Some stationary generalizations of plane wave solutions in general relativity theory

One of the possible ways of generalizing plane wave solutions of gravitational equations, when space-time contain two waves, spreading in different directions is pointed out. Precise solution, describing gravitational interaction of two fluxes of high-frequency irradiation is presented as an example. In common metrics of the gsub(μν)=gsub(μν)(xsup(1)) form (Xsup(1) - is space coordinate) the task of plane waves imposition is considered. It is shown that in this case isotropic geodesics without concergence but with rotation and shift trajectories of interacting waves spreading are present